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stephanie cruz

stephanie c.

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3) (8 Mark) Imagine an alternate universe in which the magnetic quantum number could only have values of 0 to $l$ (i. e. $0 \leq m_l \leq l$). Assuming all the other quantum numbers can take only the values possible in our universe and that the Pauli exclusion principle applies: a) Draw out the first five periods of the periodic table of elements in this alternate universe (use the element symbols as they are in our universe). b) With different colours, highlight the elements which would be the equivalent of the noble gases, halogens and alkali metals in this alternate universe. c) Write the full electron configuration (spdf notation) of chlorine (Z=17) as it would be in this alternate universe.

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Your client wants to take a distribution out of their cash value policy (not a loan). Which of the following statements concerning the tax treatment of the cash value of insurance policies is not correct? Question 22 options: Earnings will come out after all premiums have been distributed. Premiums will come out first If the policy is a MEC, earnings will come out first. The distribution will be taxed as a capital gain and subject to capital gain tax treatment.

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List one pro and con of using a dissecting microscope instea of a compound microscope

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Question Find the derivative of the function $f(x) = \log_2(\cos(5x))$. Provide your answer below: f'(x) =

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General organization and concepts of the nervous system and neural pathways

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To promote the sale of some specialty goods, Windsor Ltd. began a generous return policy for its customers. Customers can return merchandise for up to three months following the date of the invoice, no questions asked. For the current period, sales of these specialty goods totalled $38,700. Windsor chooses to estimate any expected sales returns at the end of each reporting period, rather than recording the Refund Liability at the point of sale. At the end of the reporting period, Windsor estimates that outstanding returns will be $3,100. Assuming Windsor follows IFRS, prepare the required adjusting journal entry at the end of the reporting period. (Credit account titles are automatically indented when the amount is entered. Do not indent manually. If no entry is required, select \"No Entry\" for the account titles and enter O for the amounts. List all debit entries before credit entries.) Account Titles and Explanation Debit Credit eTextbook and Media List of Accounts Save for Later Attempts: 0 of 3 used Submit Answer

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Required Information Consider the given beam and loading where P= 350 N. E 75 mm F B A C D P P 200 mm 200 mm 200 mm Determine the maximum absolute value of the bending moment. (Round the final answer to two decimal places.) The maximum absolute value of the bending moment is N-m.

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A shell and tube heat exchanger with one shell pass and one tube pass will be used to condense the steam to saturated liquid, which enters the shell side as a saturated vapor at 400 K. The tube side contains R-134a refrigerant with an inlet temperature of 300 K and a mean velocity of 0.4 m/s. The steam flow rate is 1.5 kg/s. The tubes are made from AISI 302 stainless steel and have a 1" nominal diameter (Di = 26.6 mm and Do = 33.4 mm). The heat transfer coefficient at the outer surface of the tubes is ho = 10,000 W/m ^2 K. Assume a fouling resistance of 0.0002 m ^2 K/W at the inside surface of the tubes and negligible fouling at the outside. a) If the coolant outlet temperature is not to exceed 320 K, what is the minimum allowable coolant flowrate? b) How many tubes are required to achieve the desired performance? c) What tube length is required? Please solve all the parts. Please do not skip any steps. Give the correct solution.

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Please show equations and steps. Two children of different masses (65.0 lb and 40.0 lb) with to use a see-saw made from a board with a length of 8.00 ft and a weight of 20.0 lb. Explain (in words, and explicitly referencing physical principles) why this is going to be an unsatisfactory experience for the children if they both sit on the end of the board with the middle at the pivot. The (mathematically) easiest way to solve this problem is for one of the children to scoot forward on the board. Which child should move, and how far in must they travel to balance out? Another option would be to move the center point of the board, so that the board was longer on one side than on the other. Where would the center of the board need to be moved to?

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Use the properties of logarithms to evaluate each of the following expressions. (a) $3 \ln e^2 + \ln e^{-12} =$ (b) $\log_5 75 - \log_5 3 = $

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